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Q42.H-Z-H Conjugation Identity (H · Z · H = X)Easy

Q42.H-Z-H Conjugation Identity (H · Z · H = X)

Circuit IdentitiesQubits: 1Q
Demonstrate that conjugating Pauli-Z with Hadamard converts a phase flip into a bit flip: HZH=XH Z H = X.
Target Objective:
Starting from 0|0\rangle, apply H -> Z -> H on Qubit 0 to transform the state to 1|1\rangle.
Judge Acceptance Criteria:

Statevector fidelity must reach ≥ 99.9% with the target unitary solution.

Gates:
q[0]|0⟩
S0
S1
S2
S3
S4
S5
S6
S7
Click slot to place selected gate. Right-click to remove.0 gates in circuit
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